A sphere of mass '2m' gm collides with a stationary sphere of '3m' gm and sticks to it.Then the loss in kinetic energy during collision is

A sphere of mass m_(1) in motion hits directly another sphere of mass m_(2) at rest and sticks to it, the total kinetic energy after collision is 2//3 of their total K.E. before collision. Find the ratio of m_(1) : m_(2) .

A particle of mass m strikes normally to a stationary wedge of mass 5m kept on the smooth horizontal surface as shown.If the particle sticks to the wedge then loss in kinetic energy of the system during collision is?

A particle of mass m collides with a stationary particle of mass M and deviates by an angle of 60°. After collision mass M recoils at an angle 30° to the original direction of motion of m. If there is no loss in kinetic energy in the collision, the ratio of m/M is _________.

A particle of mass 2m moving with velocity v strikes a stationary particle of mass 3m and sticks to it . The speed of the system will be

A particle of mass 2m moving with velocity v strikes a stationary particle of mass 3m and sticks to it. The speed of the system will be

A ball of mass 5 kg moving with speed 8 m/s collides head on with another stationary ball of mass 15 kg. If collision is perfecty inelastic, then loss in kinetic energy is

A metal ball of mass 2 kg moving with speed of 36 Km//h has a collision with a stationary ball of mass 3 kg . If ater collision, both the ball move together, the loss in Kinetic energy due to collision is :

A particle of mass m moving with kinetic energy K , makes a head - on elastic collision with a stationary particle of mass eta m . The maximum potential energy stored in the system during the collision is